Khả năng xảy ra của một sự kiện

Home Lớp 3 Toán lớp 3 - Sách Kết nối tri thức Bài 74: Khả năng xảy ra của một sự kiệnBài tập nâng cao

{"common":{"save":0,"post_id":"5975","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"1913","post_id":"5975","mon_id":"1158530","chapter_id":"1158708","question":"Có m\u1ed9t h\u1ed9p kín ch\u1ee9a b\u1ed1n qu\u1ea3 bóng g\u1ed3m màu \u0111\u1ecf, màu vàng, màu xanh và màu tím. Nam l\u1ea5y m\u1ed9t qu\u1ea3 bóng t\u1eeb trong h\u1ed9p. H\u1ecfi có bao nhiêu kh\u1ea3 n\u0103ng có th\u1ec3 x\u1ea3y ra?<\/p><svg height=\"130\" width=\"180\"> <g><title><\/title><rect fill=\"#fff\" height=\"132\" id=\"canvas_background\" width=\"182\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_2\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><rect fill=\"#5656ff\" height=\"127\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"1.5\" width=\"175\" x=\"2.30625\" y=\"0.8375\"><\/rect> <rect fill=\"#fff\" fill-opacity=\"null\" height=\"103\" id=\"svg_3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\" width=\"144\" x=\"18.30626\" y=\"12.8375\"><\/rect> <ellipse cx=\"49.30625\" cy=\"93.8375\" fill=\"#00ffff\" id=\"svg_7\" rx=\"13\" ry=\"15\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"101.30625\" cy=\"64.8375\" fill=\"#ff0000\" id=\"svg_8\" rx=\"13\" ry=\"15\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"55.30625\" cy=\"49.8375\" fill=\"#ffff00\" id=\"svg_9\" rx=\"13\" ry=\"15\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"131.30625\" cy=\"92.8375\" fill=\"#7f00ff\" id=\"svg_10\" rx=\"13\" ry=\"15\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <rect fill=\"#5656ff\" height=\"103\" id=\"svg_12\" opacity=\"0.3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\" width=\"144\" x=\"17.30626\" y=\"15.8375\"><\/rect> <\/g> <\/svg><\/span><\/p>","options":["3","4","2","1"],"correct":"2","level":"3","hint":"","answer":"Vì h\u1ed9p kín ch\u1ee9a b\u1ed1n qu\u1ea3 bóng g\u1ed3m màu \u0111\u1ecf, màu vàng, màu xanh và màu tím nên khi Nam l\u1ea5y m\u1ed9t qu\u1ea3 bóng t\u1eeb trong h\u1ed9p thì có 4<\/strong><\/span> kh\u1ea3 n\u0103ng có th\u1ec3 x\u1ea3y ra là:<\/p>+ Nam l\u1ea5y \u0111\u01b0\u1ee3c qu\u1ea3 bóng màu \u0111\u1ecf.<\/p>+ Nam l\u1ea5y \u0111\u01b0\u1ee3c qu\u1ea3 bóng màu vàng.<\/p>+ Nam l\u1ea5y \u0111\u01b0\u1ee3c qu\u1ea3 bóng màu xanh.<\/p>+ Nam l\u1ea5y \u0111\u01b0\u1ee3c qu\u1ea3 bóng màu tím.<\/p>V\u1eady \u0111áp án \u0111úng là ngôi sao ch\u1ee9a s\u1ed1<\/span><\/strong> 4<\/strong><\/span><\/p>","type":"choose","extra_type":"star","time":"0","user_id":"131","test":"1","date":"2022-06-27 12:19:27","option_type":"txt","len":0},{"id":"1916","post_id":"5975","mon_id":"1158530","chapter_id":"1158708","question":"Vi\u1ec7t \u0111\u01b0\u1ee3c ba mua cho m\u1ed9t con xúc x\u1eafc có 6 m\u1eb7t nh\u01b0 hình. Vi\u1ec7t gieo con xúc x\u1eafc m\u1ed9t l\u1ea7n và quan sát m\u1eb7t trên c\u1ee7a con xúc x\u1eafc. H\u1ecfi s\u1ef1 ki\u1ec7n nào sau \u0111ây không th\u1ec3 x\u1ea3y ra?<\/p><svg height=\"65\" width=\"147\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"67\" id=\"canvas_background\" width=\"149\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><image height=\"147\" id=\"svg_1\" transform=\"rotate(-90 75.00000000000001,34.00000000000001) \" width=\"65\" x=\"42.5\" 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y=\"-39.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> Vi\u1ec7t gieo \u0111\u01b0\u1ee3c m\u1eb7t có 6 ch\u1ea5m","B. <\/strong>Vi\u1ec7t gieo \u0111\u01b0\u1ee3c m\u1eb7t có 1 ch\u1ea5m","C. <\/strong>Vi\u1ec7t gieo \u0111\u01b0\u1ee3c m\u1eb7t có 7 ch\u1ea5m","D.<\/strong> Vi\u1ec7t gieo \u0111\u01b0\u1ee3c m\u1eb7t có 4 ch\u1ea5m"],"correct":"3","level":"3","hint":"","answer":"Vì con xúc x\u1eafc có 6 m\u1eb7t nh\u01b0 hình là m\u1eb7t 1 ch\u1ea5m, 2 ch\u1ea5m, 3 ch\u1ea5m, 4 ch\u1ea5m, 5 ch\u1ea5m và 6 ch\u1ea5m nên khi Vi\u1ec7t gieo con xúc x\u1eafc 1 l\u1ea7n thì s\u1ef1 ki\u1ec7n không x\u1ea3y ra là<\/p>C. <\/strong>Vi\u1ec7t gieo \u0111\u01b0\u1ee3c m\u1eb7t có 7 ch\u1ea5m<\/span> (vì con xúc x\u1eafc không có m\u1eb7t 7 ch\u1ea5m)<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-06-27 12:37:01","option_type":"txt","len":2},{"id":"1919","post_id":"5975","mon_id":"1158530","chapter_id":"1158708","question":"Lan có n\u0103m t\u1ea5m th\u1ebb hình các con v\u1eadt: con chó, con mèo, con cá, con ng\u1ef1a và con chim nh\u01b0 hình v\u1ebd. 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con h\u1ed5","C. <\/strong>T\u1ea5m th\u1ebb rút \u0111\u01b0\u1ee3c có hình con b\u01b0\u1edbm","D.<\/strong> T\u1ea5m th\u1ebb rút \u0111\u01b0\u1ee3c có hình con cá"],"correct":"[\"1\",\"4\"]","level":"3","hint":"","answer":"Vì n\u0103m t\u1ea5m th\u1ebb  có hình các con v\u1eadt: con chó<\/span>, con mèo, con cá<\/span>, con ng\u1ef1a và con chim nên khi Lan nh\u1eafm m\u1ea5t và rút ng\u1eabu nhiên m\u1ed9t t\u1ea5m th\u1ebb thì các s\u1ef1 ki\u1ec7n có th\u1ec3 x\u1ea3y ra là:<\/p>A.<\/strong> T\u1ea5m th\u1ebb rút \u0111\u01b0\u1ee3c có hình con chó<\/span><\/p>D.<\/strong> T\u1ea5m th\u1ebb rút \u0111\u01b0\u1ee3c có hình con cá<\/span><\/p>","type":"checkbox","extra_type":"classic-checkbox","time":"0","user_id":"131","test":"1","date":"2022-06-27 13:08:14","option_type":"txt","len":3}]}